《Mathematical Methods in Physics and Engineering》求取 ⇩
作者 | John W.Dettman 编者 |
---|---|
出版 | 未查询到或未知 |
参考页数 | ✅ 真实服务 非骗流量 ❤️ |
出版时间 | 没有确切时间的资料 目录预览 |
ISBN号 | 无 — 违规投诉 / 求助条款 |
PDF编号 | 820353718(学习资料 勿作它用) |
求助格式 | 扫描PDF(若分多册发行,每次仅能受理1册) |
CHAPTER 1.Algebraic Preliminaries1
1.1Linear Equations.Summation Convention1
1.2 Matrices5
1.3 Determinants8
1.4 Systems of Linear Algebraic Equations.Ranks of a Matrix15
1.5 Vector Spaces18
1.6 Scalar Product24
1.7 Orthonormal Basis.Linear Transformations30
1.8 Infinite-dimensional Vector Spaces.Function Space35
1.9 Fourier Series44
1.10 Quadratic Forms.Hermitian Forms53
1.11 Systems of Ordinary Differential Equations.Vibrations Problems62
CHAPTER 2.Calculus of Variations68
2.1Maxima and Minima of Functions.Lagrange Multipliers68
2.2 Maxima and Minima of Functionals.Euler's Equation76
2.3 Hamilton's Principle.Lagrange's Equations89
2.4 Theory of Small Vibrations96
2.5 The Vibrating String99
2.6 Boundary-value Problems of Mathematical Physics108
2.7 Eigenvalues and Eigenfunctions117
2.8 Eigenfunction Expansions125
2.9 Upper and Lower Bounds for Eigenvalues129
CHAPTER 3.Boundary-value Problems.Separation of Variables137
3.1Orthogonal Coordinate Systems.Separation of Variables137
3.2 Sturm-Liouville Problems.Fourier Series149
3.3 Series Solutions of Ordinary Differential Equations162
3.4 Series Solutions of Boundary-value Problems176
CHAPTER 4.Boundary-value Problems.Green's Functions184
4.1Nonhomogeneous Boundary-value Problems184
4.2 One-dimensional Green's Functions190
4.3 Green's Functions in Higher Dimensions201
4.4 Problems in Unbounded Regions207
4.5 A Problem in Diffraction Theory219
CHAPTER 5.Integral Equations.226
5.1Integral Equations Formulation of Boundary-value Problems226
5.2 Hilbert-Schmidt Theory230
5.3 Fredholm Theory246
5.4 Integral Equations of the First Kind260
CHAPTER 6.Integral Transform Methods266
6.1Fourier Transforms266
6.2 Applications of Fourier Transforms.Ordinary Differential Equations277
6.3 Applications of Fourier Transforms.Partial Differential Equations283
6.4 Applications of Fourier Transforms.Integral Equations291
6.5 Laplace Transforms.Applications297
6.6 Other Transform Techniques310
Index319
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高度相关资料
- GEOMETRICAL METHODS OF MATHEMATICAL PHYSICS
- LONDON NEW YORK NEW ROCHELLE MELBOURNE SYDNEY
- Mathematical Models in Physics and Chemistry and Numerical Methods of Their Realization Proceedings
- 1984 Teubner
- Discrete numerical methods in physics and engineering
- 1974 Academic Press
- DIFFERENTIAL GEOMETRICAL METHODS IN MATHEMATICAL PHYSICS
- 1977 SPRINGER
- MATHEMATICAL METHODS FOR PHYSICS
- 1976 W.A.BENJAMIN,INC.
- OPERATIONAL METHODS IN MATHEMATICAL PHYSICS SECOND EDITION
- 1931 AT THE UNIVERSITY PRESS
- LECTURES ON GEOMETRIC METHODS IN MATHEMATICAL PHYSICS
- 1981 SOCIETY FOR INDUSTRIAL AND APPLIED MATHEMATICS
- STOCHASTIC PROCESSES IN MATHEMATICAL PHYSICS AND ENGINEERING
- 1964 AMERICAN MATHEMATICAL SOCIETY
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